000			01506nam a2200157 4500
999			_c917 _d917
008			151019b xxu||||| |||| 00| 0 eng d
020			_a9781259097348
082			_223 _a330.0151 _bCHI
100			_aChiang, Alpha C.
245			_aFundamental methods of mathematical economics / _cAlpha C. Chiang.
250			_a4th ed.
260			_aNew Delhi : _bMcGraw Hill Publications, _c2014.
300			_a688 p. ;
505			_aPart-1: Introduction; 1. The nature of mathematical economics; 2. Economic models; Part-2: Static (or equilibrium) analysis; 3. Equilibrium analysis in economics; 4. Linear models and matrix algebra; 5. Linear models and matrix algebra; Part-3: Comparative static analysis; 6. Comparative statics and the concept of derivative; 7. Rules of differentiation and their use in comparative statics; 8. Comparative-static analysis of general-function models; Part-4: Optimization Problems; 9. Optimization: a special variety of equilibrium analysis; 10. Exponential and logarithmic functions; 11. The case of more then one choice variable; 12. Optimization with equality constraint; 13. Further topics in optimization; Part-5: Dynamic analysis; 14. Economic dynamics and integral calculus; 15. Continuous time: first-order differential equations; 16. Higher-order differential equations 17. Discrete time: first-order difference equations; 18. Higher-order difference equations; 19. Simultaneous differential equations and difference equations; 20. Optimal control theory;
942			_2ddc _cBK _08